학술논문
On certain GL(6) form and its Rankin-Selberg convolution
Document Type
Original Paper
Source
Czechoslovak Mathematical Journal. 74(2):415-427
Subject
Language
English
ISSN
0011-4642
1572-9141
1572-9141
Abstract
We consider LG (s) to be the L-function attached to a particular automorphic form G on GL(6). We establish an upper bound for the mean square estimate on the critical line of Rankin-Selberg L-function LG×G (s). As an application of this result, we give an asymptotic formula for the discrete sum of coefficients of LG×G (s).